\newcommand{\sampleUnit}{\times{}10^{-7}s}

\newcommand{\sampleDelayBatchSize}{39}

\newcommand{\sampleMeanValue}{2.99967136043124\sampleUnit}

\newcommand{\sampleDelayBatches}{
3.15477702513145&2.87017917515177&3.02864635687385&2.74316999922718\\
3.38421169001091&3.13649203045102&3.06258545137783&3.08636318116129\\
3.14239069800533&3.08538735663904&3.2025795050113&3.06053130603846\\
3.05491112051276&3.03487112516709&2.92831561111729&2.96452628062534\\
2.99699348538246&3.07687838450559&2.97311026604252&2.92713490263963\\
2.82355153068499&3.14299633398001&2.88685780551754&3.02236320880018\\
2.89335391446631&3.13278159796058&2.74788221341362&2.85101668114589\\
2.71651628221106&3.12397429577433&2.94488844213301&2.71090834682527\\
3.01038485562061&3.20523484491473&2.78225753888924&2.93273447864766\\
3.08962040481877&3.09627063648548&2.95953469345683&\emph{\textcolor{red}{3.22786552104741}}\\

}

\newcommand{\sampleStd}{0.150013515845183\sampleUnit}

\newcommand{\sampleCIs}{
90\%&1.645&2.96065324436356&3.03868947649891\\
95\%&1.96&2.95318169022294&3.04616103063953\\
99\%&2.576&2.93857065101462&3.06077206984785\\

}
\newcommand{\sampleFormatCIs}{
90\%&1.645&$2.99967136043124\pm{}0.0390181160676743$&$\pm{}1.30074636116354\%$\\
95\%&1.96&$2.99967136043124\pm{}0.0464896702082928$&$\pm{}1.54982545159912\%$\\
99\%&2.576&$2.99967136043124\pm{}0.0611007094166134$&$\pm{}2.03691345067313\%$\\

}

\newcommand{\sampleLossRates}{
0.026&0.0206&0.0232&0.0092\\
0.0358&0.0268&0.0316&0.0278\\
0.018&0.0278&0.0286&0.0194\\
0.0152&0.0308&0.0268&0.0258\\
0.019&0.0224&0.0234&0.0218\\
0.0158&0.0254&0.0164&0.0244\\
0.0176&0.0292&0.024&0.0136\\
0.0268&0.0194&0.018&0.0164\\
0.0168&0.0108&0.0332&0.0184\\
0.0202&0.0246&0.0264&0.0324\\

}
\newcommand{\sampleLossRateMean}{0.022745}
\newcommand{\sampleLossRateCIs}{
90\%&1.645&0.0211260201633367&0.0243639798366633\\
95\%&1.96&0.0208160027478054&0.0246739972521946\\
99\%&2.576&0.0202097464685442&0.0252802535314558\\

}
\newcommand{\sampleLossRateFormatCIs}{
90\%&1.645&$0.022745\pm{}0.00161897983666333$&$\pm{}7.11795927308566\%$\\
95\%&1.96&$0.022745\pm{}0.00192899725219461$&$\pm{}8.48097275091058\%$\\
99\%&2.576&$0.022745\pm{}0.00253525353145577$&$\pm{}11.1464213297682\%$\\

}
